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Transcript
REVIEW
HUMAN POPULATION GENETICS
What is population genetics and why is it important?
Theories of Darwin and Mendel & The Modern Synthesis.
population evolution
Population structure and the Hardy-Weinberg theorem.
p2 + 2pq + q2 = 1
Microevolution.
The Neutral Theory of Molecular Evolution.
Dr. A. Ruth Freeman
Department of Genetics
Trinity College Dublin.
Email: [email protected]
www.gen.tcd.ie/molpopgen/ruth
1
2
1) Genetic Drift
Factors that disrupt Hardy-Weinberg
and cause Microevolution
1)
Genetic drift
2)
Gene flow
3)
Mutation
4)
Non-random mating
5)
Natural selection
700
7
300
3
• Flip a coin 1000 times Î 700 heads and 300 tails Î very suspicious.
• Flip a coin 10 times Î 7 heads and 3 tails Î well within the bounds of
possibility.
• The smaller the sample, the greater the chance of deviations from the
expected result Î sampling error Îimportant factor in the genetics of
small populations.
• If a new generation draws its alleles at random, then the larger the sample
size, the better it will represent the gene pool of the previous generation.
N.B can act together
3
4
1
Genetic Drift - population with stable size ~ 10
Generation 1:
p = 0.5
q = 0.5
Genetic Drift - population with stable size ~ 10
Generation 0:
p (frequency of A) = 0.7
q (frequency of a) = 0.3
AA
AA
AA
AA
AA
Aa
Aa
Aa
Aa
aa
AA
aa
AA
Aa
Aa
aa
Aa
Aa
aa
AA
5
6
Genetic Drift
Genetic Drift - population with stable size ~ 10
Generation 2:
p = 1.0
q = 0.0
• In this population of wildflowers, the frequencies of the alleles for
pink and white flowers fluctuate over several generations.
• Only a fraction of the plants manage to leave offspring and over
successive generations, genetic variation Ð (fixed for A allele).
AA
AA
AA
• Microevolution caused by genetic drift, changes in the gene pool of
a small population due to chance.
AA
• Only luck could result in random drift improving the population’s
adaptation to its environment.
AA
AA
AA
• A population must be infinitely large for drift to be ruled out as an
evolutionary process.
AA
• Many populations are so large that drift is negligible.
AA
AA
7
8
2
Examples of Genetic Drift
The Founder Effect
An extreme form of genetic drift is called the
founder effect.
• Shepard et al. PNAS 2005 102(46):16717-22
Microevolution and mega-icebergs in the Antarctic
Adelie penguins, 6,000 years B.P., 5 loci
It is a particular example of the influence of
random sampling.
• Helgason et al. Ann Hum Genet. 2003 67:281-97
It was defined by Ernst Mayr as:
A reassessment of genetic diversity in Icelanders:
strong evidence from multiple loci for relative
homogeneity caused by genetic drift.
"The establishment of a new population by a
few original founders (in an extreme case,
by a single fertilized female) which carry
only a small fraction of the total genetic
variation of the parental population."
>300,000
Deficit of rare HVS1 sequences – less heterogenous than
other Europeans
9
Examples of the founder
effect in humans
10
Hum Genet. 1994 94:479-83.
•Fragile X syndrome
in Finland
– single founder
• Amish populations in the USA are
descended from a few dozen
founder individuals and tend to
inter-marry.
•Retinitis pigmentosa on
Tristan da Cunha – 15
British founders
• The result Î they exhibit some
traits at higher frequencies than
the general population, e.g.
polydactyly, microcephaly
•Genghis Khan’s Ychromosome
11
12
3
The Bottleneck Effect
• Natural calamities can drastically reduce a population - usually unselective.
• The result Î genetic composition of small surviving population Î unlikely
to be representative of the original population.
The Bottleneck Effect I
The
Cheetah
(Acinoyx
jubatus)
originally had a wide range across
Africa and Asia.
Population bottleneck at the end of the
last Ice Age about 10-12000 years ago.
Climate change reduced habitat.
2nd bottleneck during the last 150
years as it was hunted almost to
extinction.
Cheetah are so genetically similar Î
almost like clones.
Alleles in original
population
Bottleneck event
Skin
can
individuals.
Surviving
population
13
be
grafted
between
Very susceptible to disease outbreaks.
14
The Bottleneck Effect III
The Bottleneck Effect II
The Northern Elephant Seal (Mirounga
angustirostrus) - West coast of
America.
• Modern humans (Homo sapiens sapiens) may also have undergone a
bottleneck ~ 120,000 years ago (very low molecular genetic diversity
compared to chimps, gorillas etc.)
Hunted almost to extinction during the
18th century.
Passed
through
a
population
bottleneck of ~ 20 individuals.
Now population has recovered ~ 30,000
Very low genetic variation. 24 gene loci
examined for polymorphism Î no
variation, fixed for 1 allele at each
gene.
Southern Elephant Seal Î plenty of
variation, was never bottlenecked.
15
16
4
Gene flow between populations
2) Gene Flow
Fixed for the pink allele
p = 1.0
q = 0.0
• HWE requires the gene pool to be a closed system - most
populations are not completely isolated.
AA
a
• Population can gain or lose alleles by gene flow —genetic
exchange due to migration of fertile individuals or gametes
between populations.
a
a
AA
• Gene flow tends to reduce differences between populations
that have accumulated because of natural selection or genetic
drift.
• If gene flow is extensive enough Î amalgamate neighbouring
populations.
a
AA
AA
a
a
AA
AA
AA
AA
Pollen blown in during a storm
AA
AA
17
Gene Flow in Humans
Next generation after gene flow
p = 0.7
q = 0.3
• Many examples.
- African Americans
AA
Aa
18
Aa
Aa
- Indian caste system (Lynn Jorde)
AA
Aa
AA
Aa
Aa
AA
19
20
5
3) Mutation
Mutation in a small wildflower population
• A mutation is a change in an organism’s DNA.
Fixed for the white allele
• New mutation Î transmitted in gametes will immediately change the gene
pool Î either completely new allele or converted to the other allele.
• A mutation that causes the white-flowered plant (aa) to produce gametes
bearing dominant pink allele (A) would decrease freq. of a allele and
increase freq. of A allele.
p = 0.0
q = 1.0
aa
aa
aa
aa
• For any one gene Î mutation does not have much of an effect on a large
population in a single generation.
aa
aa
• Mutation at any given genetic locus is usually very rare.
aa
• Rate of one mutation per 105 - 106 gametes is typical.
aa
• Example: an allele has frequency of 0.5 in the gene pool. Mutates to
another allele at a rate of 0.00001 mutations per generation Î 2000
generations to reduce the frequency of the original allele from 0.50 to 0.49.
aa
aa
21
Mutation in a small wildflower population
Next generation:
Mutation
p = 0.05
q = 0.95
aa
aa
22
• If a new allele increases its frequency significantly in a
population Î usually because it confers a selective
advantage not because mutation is continually
generating it.
aa
aa
• Mutations at a particular locus Î rare. However,
impact of mutation at all genes is significant - Each
individual: 1000’s of genes.
aa
aa
aa
aa
Aa
• Mutation is the original source of genetic variation Î
raw material for natural selection.
aa
23
24
6
Examples of Mutations
in Humans
4) Non-random mating.
• For HWE to hold Î individual of any genotype must choose its
mates at random from the population.
Huntington’s chorea –
Lake Maracaibo
• In reality Î individuals usually mate with close neighbours Î
promotes inbreeding.
• Most extreme example of inbreeding Î self-fertilisation (selfing).
Lactose tolerance –
Hollox et al
Am J Hum Genet
2001 68:160-172
• Inbreeding causes relative genotype frequencies to deviate from
HWE.
• Heterozygotes will only produce 50% heterozygotes in the next
generation.
25
26
Complete selfing
Non-random mating - selfing in 24 plants
Generation 0:
Aa
Aa
AA
Aa
p (frequency of A) = 0.5
q (frequency of a) = 0.5
Aa
aa
Aa
aa
AA
AA
AA
aa
aa
AA
Aa
AA
AA
aa
p2 = 0.502 = 0.25 = 6
p2 = 0.502 = 0.25 = 6 (expected)
q2 = 0.502 = 0.25 = 6
q2 = 0.502 = 0.25 = 6 (expected)
AA
aa
aa
AA
Aa
AA
Aa
Aa
AA
aa
Aa
AA
Aa
AA
Aa
aa
AA
Aa
Aa
aa
Aa
Aa
aa
aa
aa
Aa
Aa
AA
Generation 1: p (frequency of A) = 0.5
q (frequency of a) = 0.5
aa
aa
9 observed
9 observed
Not in HWE
2pq = 2 x 0.50 x 0.50 = 0.50 = 12 (expected) 6 observed
2pq = 2 x 0.50 x 0.50 = 0.50 = 12
27
28
7
Non-random mating in humans
Non-random mating
Inbreeding
• Even in less extreme cases of inbreeding Î proportion of
heterozygotes will decrease (more slowly).
• From a purely phenotypic perspective Î proportion of recessive
phenotypes will increase (white flowered plants).
• This is essentially why inbreeding is not a good idea Î recessive
disorders become more frequent.
• Isolated populations - Amish
• Family systems – European Royals
Assortative mating
• Geography
e.g.
• Another type of nonrandom mating Î assortative mating.
patients with schizophrenia – spouse risk
• Sexual selection
• Assortative mating Î individuals select partners with phenotypic
characters similar to themselves (e.g. height in humans).
e.g.
• Assortative mating Î tend to increase homozygosity at certain
genes.
HLA alleles and olfactory molecules
(Nat Genet 2002 30:175, PNAS 1995 260:245)
Similarity of features (Alvarez & Jaffe 2004 Evol Psych)
29
30
Natural selection in wildflower population with pink mutant
5) Natural selection
G0 allele frequencies
• HWE requires that all individuals in a population be equal in their
ability to survive and produce viable offspring (very unusual in
reality).
aa
aa
• Imagine pink flowers are more visible to pollen-collecting bees.
p = 0.05
q = 0.95
aa
aa
• Over time, the frequency of the A allele will increase and the a allele
will decrease because pink flowers more likely to be visited by bees.
aa
aa
• HWE is disturbed - population is evolving.
• Microevolution
environment.
through
natural
selection
Î
adaptation
aa
to
aa
Aa
31
aa
32
8
Natural selection in wildflower population with pink mutant
Natural selection in wildflower population with pink mutant
G1 allele frequencies p = 0.15
q = 0.85
G2 allele frequencies p = 0.30
q = 0.70
Aa
aa
Aa
Aa
aa
aa
aa
Aa
aa
aa
aa
aa
aa
aa
Aa
Aa
AA
aa
Aa
aa
33
This kind of selection is also referred to as directional selection
It favours a single allele and may drive it to fixation
34
Alternatively balancing selection acts to maintain
genetic polymorphism/multiple alleles in the
population
Most famous classical example is the peppered moth.
Multiple alleles are maintained by:
Common type of peppered moth found
around Manchester pre 19th century is
referred to as typica.
- heterozygote advantage/overdominance
- selective advantage of certain allele combinations
Carbonaria form appeared in 1848, and
reached a frequency of 98% by 1895
- frequency dependent selection – sex ratios
- environmental heterogeneity
New “clean air” laws introduced –
frequency of carbonaria reduced
35
36
9
Genetic selection in humans I: heterozygote advantage
• Relatively high frequencies of certain alleles that confer reduced
fitness on homozygotes (e.g. cystic fibrosis in Caucasians and
sickle-cell anaemia in Africans) have arisen because the
heterozygotes (Aa) have greater evolutionary fitness than either of
the homozygotes (AA or aa).
• For cystic fibrosis, it seems that heterozygotes are more resistant
to the dehydrating effects of diseases associated with severe
diarrhoea (e.g. cholera).
• For sickle-cell anaemia there is good evidence that heterozygotes
for HbS have increased resistance to death from malarial infection
than the normal HbAHbA homozygotes.
Wild type
Sickle-cell
37
38
Positive selection in humans
• Genes for language – FOXP2
• Genes for brain size - Microcephalin, ASPM Science 2005
(vol 309, p 1717 and p 1720)
Positive selection in some
human populations
• Immunity – esp. malaria
(1920’s - before extensive malaria-control programmes)
• AIM1 in Europeans (Soejima et al 2005 MBE)
39
40
10
Question
•
In a population that is in HWE, 16% of the individuals show
the recessive trait. What is the frequency of the dominant
allele in the population?
a)
0.84
b)
0.36
c)
0.6
d)
0.4
e)
0.48
REVIEW
Genetic Drift – the founder effect, bottlenecks
Gene Flow
Mutation
Non-random mating
Selection
41
42
Useful Reading
The Essentials of Genetics
by John Murray – Jones Karp Giddings
Biology
by Campbell and Reece – Pearson Education
Principles of Population Genetics
by Daniel L Clark and Andrew G Clark - Sinauer
Genetics of Populations
by Philip W. Hedrick
“Genetics and the origin of species: An introducion”
Ayala and Fitch
PNAS, Vol. 94, p 7691-7697
43
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